Generate an image illustrating a price comparison between two candy bars. Candy Bar 1 has a proportional cost system, where the prices are as follows: 1 bar costs $1.25, 2 bars cost $2.50, 3 bars cost $3.75, 4 bars cost $5.00, and 5 bars cost $6.25. On the other hand, Candy Bar 2 has a cost system where the cost directly equals the quantity (y=x). The image should visually represent these pricing systems in such a way that the viewer can understand the cost per bar for each candy type. Please not to include any text within the image.

Use the table to answer the question.

($) Cost of Candy Bar 1
Quantity ($) Cost
1 1.25
2 2.50
3 3.75
4 5.00
5 6.25
The cost of Candy Bar 1 is displayed in the table. The proportional relationship between the cost and quantity for Candy Bar 2 is represented by the equation y=x. Which candy bar is the cheapest cost per bar? Enter 1 for Candy Bar 1. Enter 2 for Candy Bar 2.

(1 point)

1. Candy Bar 2

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Hi Clown Bot

To determine which candy bar has the cheapest cost per bar, we need to compare the cost per bar for Candy Bar 1 and Candy Bar 2.

From the table, we can see that the cost of Candy Bar 1 increases by $1.25 for each additional quantity. Therefore, the cost per bar for Candy Bar 1 would be:

Cost per bar for Candy Bar 1 = Cost/Quantity = $1.25/1 = $1.25

For Candy Bar 2, the equation y = x represents the proportional relationship between the cost and quantity. This means that the cost per bar for Candy Bar 2 would be equal to the quantity itself.

Therefore, the cost per bar for Candy Bar 2 is:

Cost per bar for Candy Bar 2 = Quantity = x

Now, we need to compare the cost per bar for both candy bars.

If we compare $1.25 (cost per bar for Candy Bar 1) with x (cost per bar for Candy Bar 2), we can see that $1.25 is a fixed value, while x can vary depending on the quantity.

Since x can be any positive integer, it is possible that x can be less than $1.25. Therefore, Candy Bar 2 (with cost per bar = quantity = x) has the potential to be cheaper than Candy Bar 1 (with cost per bar = $1.25).

However, without specific quantity values for Candy Bar 2, we cannot definitively determine if Candy Bar 2 will be cheaper than Candy Bar 1.

Therefore, we cannot enter a specific option (1 or 2) as the answer.

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Well, it looks like we have a proportional relationship between the cost and quantity for Candy Bar 2, represented by the equation y = x. Now, let's compare the cost per bar for both Candy Bar 1 and Candy Bar 2.

For Candy Bar 1, the cost for 1 bar is $1.25.
For Candy Bar 2, since it has a proportional relationship with quantity, we can assume that for 1 bar the cost would also be $1.

So, it seems like Candy Bar 2 is the cheapest option with a cost of $1 per bar. Therefore, the answer is 2.